Damn, nice.

Pretty situational, but I LOVE this meme format.

Is it possible there are other 3rd party repositories that have a more up to date version than the Pop_OS repos?

You can tell the artist watches basketball.

Not a BBQ expert, but regarding point 2/3 I always cut my chicken breasts in half essentially regardless of how I cook them.

Is it usually more or less than this?

plus hight taxes for the rich

Nobody should be rich and tall! \s

Dumb question, but have you looked at a “complete” list of all SNES games (like this)? If yes, have you watched gameplay of all these games? Should only take a few hours.

EndeavourOS has an i3 version. That’s how I started i3, and I’m still running it after almost 2 years. Comes pretty well set up in my opinion.

Manjaro has me dying, lol.

I would recommend learning vim in that case. I’m not sure about the availability of vi(m)/emacs on the systems you remote into, but if I was a betting man I’d say vi is more available than vim is more available than emacs. But if you learn vim and are stuck with vi one time it’s still better than nano (for me, but I’m sure you’re quite good with nano). Another benefit that extends outside of your text editing experience is that vim motions are offered out of the box for a lot of linux utilities (less) with no setup, or can be trivially added (tmux), which gives you familiar keybinding almost everywhere as well as an improved ergonomic (and likely speed) advantage.

Thanks for the insight. Just to be clear, your suggestion is: auto-update as much stuff as possible and don’t worry about it?

Nice photo!

Dying. Works every time first time and they never come back.

This game informed a lot of my early musical tastes and probably contributed to my current tastes in one way or another.

Editor, Atom, Rust

I use and like Zotero and the one-click-save feature in Firefox is very convenient (IIRC, it takes a few minutes to set up though).

That’s the screenshot from the original post…?

T = O(n) means that there exists a single constant k such that T < kn for all sufficiently large n. Therefore O(n!^2) is not the the same as O(n!), but for example both 10n!, 10000n!, n! + n^2 (note the plus) are O(n!).

Another way to think about this: suppose you believe that O(n) and O(n^2) are distinct. Now plug in only numbers that are factorials (2, 6, 24, …).

Have I ever told you the story of Darth Microsoft Teams? Only Chrome and Edge. Some limited stuff works in Firefox, but it’s flaky at best.